Algebraic or symbolic calculations and latex output
Horacio
Maple can do this. In fact I have done it with Maple. IIRC you have to
usepackage{maple2e}
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and then you have something like this when you tell Maple to output the LaTeX formatted stuff:
%% Created by Maple 8.00 (IBM INTEL NT) %% Source Worksheet: Unbreastled (1) %% Generated: Sun Oct 12 21:40:16 2003begin{maplegroup}begin{mapleinput}mapleinline{active}{1d}{simplify(int(1-(1-3*(sec(x)^2)+tan(x)),x));}{% }end{mapleinput}
mapleresultbegin{maplelatex}maplemultiline{ {-displaystylefrac {1}{4}},-mathrm{ln}-left({{-displaystylefrac { -1}{2}},I-,-left({2-,I-,-mathrm{tan}-left({{-displaystylefrac {x}{2}} }-right)^{ 2} +mathrm{tan}-left({{-displaystylefrac {x}{2}} }-right)-,I +mathrm{tan }-left({{-displaystylefrac {x}{2}} }-right)-,-sqrt{23} - 2-,I}-right)}-right)-mbox{} + {-displaystylefrac {7}{92}},I-,-mathrm{ln}-left({ {-displaystylefrac {-1}{2}},I-,-left({2-,I-,-mathrm{tan}-left({ {-displaystylefrac {x}{2}} }-right)^{2} +mathrm{tan}-left({{-displaystylefrac {x}{2}} }-right)-,I +mathrm{tan}-left({{-displaystylefrac {x}{2}} }-right),-sqrt{23} - 2-,I}-right)}-right)-,-sqrt{23}-mbox{} + {-displaystylefrac {1}{4}},-mathrm{ln}-left({ {-displaystylefrac {-1}{2}},I-,-left({2-,I-,-mathrm{tan}-left({ {-displaystylefrac {x}{2}} }-right)^{2} +mathrm{tan}-left({{-displaystylefrac {x}{2}} }-right)-,I -mathrm{tan}-left({{-displaystylefrac {x}{2}} }-right),-sqrt{23} - 2-,I}-right)}-right)-mbox{} - {-displaystylefrac {7}{92}},I-,-mathrm{ln}-left({ {-displaystylefrac {-1}{2}},I-,-left({2-,I-,-mathrm{tan}-left({ {-displaystylefrac {x}{2}} }-right)^{2} +mathrm{tan}-left({{-displaystylefrac {x}{2}} }-right)-,I -mathrm{tan}-left({{-displaystylefrac {x}{2}} }-right),-sqrt{23} - 2-,I}-right)}-right)-,-sqrt{23}- {-displaystylefrac {1}{2}},mathrm{ln}-left({-mathrm{tan}-left({{-displaystylefrac {x}{2}} }-right)^{2} + 1}-right)mbox{} + {-displaystylefrac {x}{2}} }end{maplelatex}end{maplegroup} %% End of Maple 8.00 Output
Hope this helps.
-- Julian V. Noble Professor Emeritus of Physics ^^^^^^^^^^^^^^^^^^
"For there was never yet philosopher that could endure the toothache patiently."
-- Wm. Shakespeare, Much Ado about Nothing. Act v. Sc. 1.
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